bialgebra
(Q494141)
vector space which is both a unital associative algebra and a counital coassociative coalgebra in a compatible way
vector space which is both a unital associative algebra and a counital coassociative coalgebra in a compatible way
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bialgebra
| (P279) |
(Q1000660)
(Q1777803)
(Q3413373) |
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| (P2534) |
\begin{aligned}\Delta\circ\nabla&=\nabla\otimes\nabla\circ(\operatorname{id}\otimes\sigma\otimes\operatorname{id})\circ\Delta\otimes\Delta\\\epsilon\otimes\epsilon&=\epsilon\circ\nabla\\\eta\otimes\eta&=\Delta\circ\eta\\\epsilon\circ\eta&=\operatorname{id} \end{aligned}
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| (P2579) |
(Q159943)
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| (P5555) |
Bialgebra2.svg
Bialgebra3.svg Bialgebra4a.svg Bialgebra1.svg |
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| (P6104) |
(Q8487137)
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